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add Cmake build system to WW3 issue #139
No due dateAdd doxygen documentation to WW3 (issue #547)
No due date(mod_def.ww3, out_grd.ww3, out_pnt.ww3) -> useful for b4b tests
No due dateThis source term follows Dalrymple et al. (1984) solution for the dissipation through rigid vegetation using the conservation of energy flux equation due only to the drag force Fx, which is expressed as a Morison-type equation. Dalrymple et al. (1984) derived the dissipation through vegetation using the conservation of energy flux equation by approximating a vegetation field as an array of rigid, vertical cylinders. Assuming Sv is due only to the drag force Fx, which is expressed as a Morison-type equation. Early formulations focused on monochromatic waves and approximated vegetation as an array of rigid, vertical cylinders. It was later extended for random wave transformations over mildly sloped flexible vegetation fields under breaking and nonbreaking conditions by assuming a Rayleigh distribution (Mendez and Losada 2004).
Overdue by 5 year(s)•Due by June 30, 2020- No due date
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